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This book provides the traditional role of exercises in a course to provide more-or-less routine applications of the main results, for the student's edification and also as possible material for examinations. It discusses Noetherian rings and prime ideals for algebraic geometry.
A lead figure in twentieth century noncommutative algebra, S A Amitsur's contributions are wide-ranging and enduring. This volume collects his work. It features papers that are organized into broad topic areas: general ring theory, rings satisfying a polynomial identity, combinatorial polynomial identity theory, and division algebras.
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